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-CALS and is a world-leading center for research and education focused on birds and nature. The Cornell Lab’s mission is “to interpret and conserve the earth's biological diversity through research
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mutualism for health across four domains: nature-cure (bird conservation), home (hypoallergenic dogs), food (ethical dairy) and work (equine therapy). The overall project aims to generate a transformative
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education focused on birds and nature. The Cornell Lab’s mission is “to interpret and conserve the earth's biological diversity through research, education, and participatory science focused on birds.” One
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Senar, an expert on biological invasions, at the Museum of Natural Sciences in Barcelona, Spain. Please apply for this project using this link: https://www.sheffield.ac.uk/postgraduate/phd/apply/applying
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plus. A valid ethical permit for animals (birds) allowing to handle and take blood samples on wild birds is extra plus. Experience of qPCR-based telomere length analyses is an important extra plus
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surface plane en 2D. D'une part, le dépôt de ces monomères sera effectué sur des surfaces métalliques sous ultra-vide (UHV) avec des cellules de Knudsen, avant un recuit thermique pour activer leur réaction
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an avian survey technician to evaluate grassland habitat throughout Alabama’s Black Belt Prairie region. These surveys will be used to set baselines for grassland bird populations prior to implementation
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of hangars or pulling planes into hangars, ensuring all required materials are in plane, cleaning facilities, and general upkeep of aircraft interiors. Checks: Tire treads/pressure Windshield clarity 100 hr
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Urban Bird Institute (MUBI) is an interactive 3-day workshop led by university scientists and expert educators with an inquiry-based approach to science. Flyway Fellows* (*pending LCCMR funding) offering
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University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | about 2 months ago
Instructional Assistant - MAT402H5S Classical Geometries. Euclidean and non-Euclidean plane and space geometries. Real and complex projective space. Models of the hyperbolic plane. Connections with the geometry